# Difference between revisions of "SOCR EduMaterials Activities PolarChart"

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For references: [https://zinc.isc-seo.upenn.edu/wi/help/EN/Ewbu260430.html Brief Description of Polar Charts], [http://www.dplot.com/polar.htm In Depth Description], [http://www.advsofteng.com/gallery_polar.html Difference Examples]. | For references: [https://zinc.isc-seo.upenn.edu/wi/help/EN/Ewbu260430.html Brief Description of Polar Charts], [http://www.dplot.com/polar.htm In Depth Description], [http://www.advsofteng.com/gallery_polar.html Difference Examples]. | ||

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+ | == Summary== | ||

+ | This activity describes the construction of the polar chart in SOCR. The applets can be accessed at [http://www.socr.ucla.edu/htmls/SOCR_Charts.html SOCR Charts] under the Miscellaneous folder. | ||

== Description == | == Description == | ||

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Note that in this demonstration, the origin is set for a specific value. The radial axis is labeled as angles since it represent values of the dependent variable, and the horizontal axis represents independent variables. There are two graphs on the Polar Chart, one red and the other blue. All the values in both graphs are connected and form four sided shapes. Below the graph displays numerical values of the graphs separately. | Note that in this demonstration, the origin is set for a specific value. The radial axis is labeled as angles since it represent values of the dependent variable, and the horizontal axis represents independent variables. There are two graphs on the Polar Chart, one red and the other blue. All the values in both graphs are connected and form four sided shapes. Below the graph displays numerical values of the graphs separately. | ||

+ | |||

+ | ==Examples & Exercises== | ||

+ | * '''Exercise 1:''' What is the main goal of polar charts? How can it be used in experimentation analysis? | ||

+ | * '''Exercise 2:''' What conclusions can be drawn if you are the use the polar chart and plot the information of given set of arrays? | ||

== Data Type and Format == | == Data Type and Format == |

## Latest revision as of 11:37, 5 May 2008

## Contents

## POLAR CHART

## Background

The Polar Chart is a two-dimensional display of the independent variable on the angular axis and the dependent variable on the radial axis. The origin is at the center of the circle by default. By showing trends in values based on angles, polar charts are very useful for engineers and mathematicians.

For references: Brief Description of Polar Charts, In Depth Description, Difference Examples.

## Summary

This activity describes the construction of the polar chart in SOCR. The applets can be accessed at SOCR Charts under the Miscellaneous folder.

## Description

Go to the SOCR Charts and select Miscellaneous from the items located on the left, then select Polar Chart Demo:

Note that in this demonstration, the origin is set for a specific value. The radial axis is labeled as angles since it represent values of the dependent variable, and the horizontal axis represents independent variables. There are two graphs on the Polar Chart, one red and the other blue. All the values in both graphs are connected and form four sided shapes. Below the graph displays numerical values of the graphs separately.

## Examples & Exercises

**Exercise 1:**What is the main goal of polar charts? How can it be used in experimentation analysis?**Exercise 2:**What conclusions can be drawn if you are the use the polar chart and plot the information of given set of arrays?

## Data Type and Format

By clicking **Data** between the *Graph* and *Mapping* button, it allows users to input or vary the values of the data set. For Polar Charts, the angular and radial values are needed. As users can observe in the image below, the angular values are recorded under the first column and the radial values are recorded under the next column. For more than one Polar Chart, continue inputting the values in this order:

## Applications

One of the most persuasive elements when proposing data and literature to others is a well-designed chart presentation.

Engineers may often use this application for their measurements and research of engines or machinery.

Mathematicians or physicists may use this application in their research of mapping the universe or analysis and experiments.

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